{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "统计 1 月至 9 月期间，该汽车每个月发生的\n",
    "故障报警次数及其变化规律，并分析总结该电动汽车的车主充电和用车规律，最\n",
    "好用多样的可视化展示。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "\n",
    "colors = [\n",
    "    '#B3C6C7',\n",
    "    '#E6B8A2',\n",
    "    '#D4E2D4',\n",
    "    '#C8A2C8',\n",
    "    '#A8C3BC',\n",
    "    '#D9C8A3',\n",
    "    '#B7A8B7',\n",
    "    '#C8BFA8',\n",
    "    '#E2C8A8',\n",
    "    '#D9D9D9'\n",
    "]\n",
    "\n",
    "plt.rcParams['figure.figsize'] = (12, 8)\n",
    "plt.rcParams['figure.dpi'] = 100\n",
    "plt.rcParams['font.size'] = 12\n",
    "plt.rcParams['axes.titlesize'] = 16\n",
    "plt.rcParams['axes.labelsize'] = 14\n",
    "plt.rcParams['xtick.labelsize'] = 12\n",
    "plt.rcParams['ytick.labelsize'] = 12\n",
    "plt.rcParams['legend.fontsize'] = 12\n",
    "\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']\n",
    "plt.rcParams['axes.unicode_minus'] = False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>数据采集时间</th>\n",
       "      <th>车辆状态</th>\n",
       "      <th>充电状态</th>\n",
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       "      <td>2022-01-01 00:00:00</td>\n",
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       "      <td>2022-01-01 00:00:11</td>\n",
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       "      <td>2022-01-01 00:00:23</td>\n",
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       "      <td>75.6</td>\n",
       "      <td>129850.7</td>\n",
       "      <td>354.7</td>\n",
       "      <td>9.9</td>\n",
       "      <td>50</td>\n",
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       "      <td>5404</td>\n",
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       "      <td>4299.0</td>\n",
       "      <td>5.5</td>\n",
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       "      <td>2022-01-01 00:00:35</td>\n",
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       "      <td>2022-09-23 01:33:59</td>\n",
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       "      <th>1166204</th>\n",
       "      <td>2022-09-23 01:34:29</td>\n",
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      "text/plain": [
       "                      数据采集时间  车辆状态  充电状态    车速      累计里程    总电压    总电流  SOC  \\\n",
       "0        2022-01-01 00:00:00     1     3  69.1  129850.3  355.1   11.7   50   \n",
       "1        2022-01-01 00:00:11     1     3  81.3  129850.5  346.7  237.1   50   \n",
       "2        2022-01-01 00:00:23     1     3  75.6  129850.7  354.7    9.9   50   \n",
       "3        2022-01-01 00:00:35     1     3  54.4  129850.9  358.5 -122.2   50   \n",
       "4        2022-01-01 00:00:47     1     3  26.9  129851.0  353.3   69.1   50   \n",
       "...                      ...   ...   ...   ...       ...    ...    ...  ...   \n",
       "1166201  2022-09-23 01:33:47     1     3   0.0  204147.3  335.4    0.4    5   \n",
       "1166202  2022-09-23 01:33:59     1     3   0.0  204147.3  335.4    0.5    5   \n",
       "1166203  2022-09-23 01:34:00     1     3   0.0  204147.3  335.4    0.4    5   \n",
       "1166204  2022-09-23 01:34:29     1     3   0.0  204147.3  335.4    0.4    5   \n",
       "1166205  2022-09-23 01:34:59     1     3  27.8  204147.3  335.4   22.3    5   \n",
       "\n",
       "         DC-DC状态  绝缘电阻  ...  驱动电机转速  驱动电机转矩  驱动电机温度  电机控制器输入电压  电机控制器直流母线电流  \\\n",
       "0              1  5338  ...  3956.0     7.3    32.0      355.0         11.1   \n",
       "1              1  5131  ...  4615.0   156.9    32.0      342.0        225.2   \n",
       "2              1  5404  ...  4299.0     5.5    33.0      355.0          9.4   \n",
       "3              1  5453  ...  3062.0  -149.4    33.0      363.0       -116.1   \n",
       "4              1  5258  ...  1557.0   130.9    34.0      353.0         65.6   \n",
       "...          ...   ...  ...     ...     ...     ...        ...          ...   \n",
       "1166201        1  5181  ...     0.0     0.0    49.0      336.0          0.0   \n",
       "1166202        1  5154  ...     0.0     0.0    48.0      336.0          0.0   \n",
       "1166203        1  5251  ...     0.0     0.0    47.0      336.0          0.0   \n",
       "1166204        1  5265  ...     0.0     0.0    47.0      336.0          0.0   \n",
       "1166205        1  5127  ...  1544.0    41.3    47.0      335.0         21.1   \n",
       "\n",
       "         电池单体电压最高值  电池单体电压最低值  最高温度值  最低温度值  最高报警等级  \n",
       "0            3.709      3.688     26     24       0  \n",
       "1            3.630      3.587     26     24       0  \n",
       "2            3.704      3.684     26     24       0  \n",
       "3            3.746      3.726     26     24       0  \n",
       "4            3.688      3.668     26     24       0  \n",
       "...            ...        ...    ...    ...     ...  \n",
       "1166201      3.510      3.483     35     33       0  \n",
       "1166202      3.510      3.482     35     33       0  \n",
       "1166203      3.510      3.482     35     33       0  \n",
       "1166204      3.511      3.483     35     33       0  \n",
       "1166205      3.511      3.483     35     33       0  \n",
       "\n",
       "[1166206 rows x 21 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "all_data = pd.read_csv('processed_data/non_proc_1-9.csv')\n",
    "all_data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 该汽车每个月发生的故障报警次数及其变化规律"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "all_data['数据采集时间'] = pd.to_datetime(all_data['数据采集时间'])\n",
    "# Extract month from 数据采集时间\n",
    "all_data['Month'] = all_data['数据采集时间'].dt.month\n",
    "# Count the number of faults per month\n",
    "fault_counts = all_data.groupby('Month')['最高报警等级'].sum().reset_index()\n",
    "# Plot the fault counts\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(fault_counts['Month'], fault_counts['最高报警等级'], marker='o')\n",
    "plt.title('每月报警次数')\n",
    "plt.xlabel('月份')\n",
    "plt.ylabel('报警次数')\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 分析该电动汽车的车主充电和用车规律"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "index",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "数据采集时间",
         "rawType": "datetime64[ns]",
         "type": "datetime"
        },
        {
         "name": "车辆状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "充电状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "车速",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "累计里程",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "总电压",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "总电流",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "SOC",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "DC-DC状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "绝缘电阻",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "驱动电机控制器温度",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机转速",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机转矩",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机温度",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "电机控制器输入电压",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "电机控制器直流母线电流",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "电池单体电压最高值",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "电池单体电压最低值",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "最高温度值",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "最低温度值",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "最高报警等级",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "Month",
         "rawType": "int32",
         "type": "integer"
        }
       ],
       "conversionMethod": "pd.DataFrame",
       "ref": "42881e0d-f98d-46a5-a498-483a806f008f",
       "rows": [
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         "-116.10000000000002",
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        ],
        [
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        ],
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        ],
        [
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        ],
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       "      <th>数据采集时间</th>\n",
       "      <th>车辆状态</th>\n",
       "      <th>充电状态</th>\n",
       "      <th>车速</th>\n",
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       "      <th>驱动电机转矩</th>\n",
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       "      <th>电机控制器输入电压</th>\n",
       "      <th>电机控制器直流母线电流</th>\n",
       "      <th>电池单体电压最高值</th>\n",
       "      <th>电池单体电压最低值</th>\n",
       "      <th>最高温度值</th>\n",
       "      <th>最低温度值</th>\n",
       "      <th>最高报警等级</th>\n",
       "      <th>Month</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-01-01 00:00:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>54.4</td>\n",
       "      <td>129850.9</td>\n",
       "      <td>358.5</td>\n",
       "      <td>-122.2</td>\n",
       "      <td>50</td>\n",
       "      <td>1</td>\n",
       "      <td>5453</td>\n",
       "      <td>...</td>\n",
       "      <td>-149.4</td>\n",
       "      <td>33.0</td>\n",
       "      <td>363.0</td>\n",
       "      <td>-116.1</td>\n",
       "      <td>3.746</td>\n",
       "      <td>3.726</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2022-01-01 00:02:23</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>63.2</td>\n",
       "      <td>129852.6</td>\n",
       "      <td>354.6</td>\n",
       "      <td>-10.8</td>\n",
       "      <td>49</td>\n",
       "      <td>1</td>\n",
       "      <td>5367</td>\n",
       "      <td>...</td>\n",
       "      <td>-14.7</td>\n",
       "      <td>34.0</td>\n",
       "      <td>356.0</td>\n",
       "      <td>-10.3</td>\n",
       "      <td>3.703</td>\n",
       "      <td>3.683</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>2022-01-01 00:05:47</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>75.7</td>\n",
       "      <td>129856.6</td>\n",
       "      <td>352.9</td>\n",
       "      <td>-3.8</td>\n",
       "      <td>48</td>\n",
       "      <td>1</td>\n",
       "      <td>5365</td>\n",
       "      <td>...</td>\n",
       "      <td>-5.0</td>\n",
       "      <td>33.0</td>\n",
       "      <td>355.0</td>\n",
       "      <td>-3.7</td>\n",
       "      <td>3.685</td>\n",
       "      <td>3.666</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>2022-01-01 00:06:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>79.5</td>\n",
       "      <td>129857.6</td>\n",
       "      <td>352.5</td>\n",
       "      <td>-9.4</td>\n",
       "      <td>48</td>\n",
       "      <td>1</td>\n",
       "      <td>5278</td>\n",
       "      <td>...</td>\n",
       "      <td>-10.1</td>\n",
       "      <td>33.0</td>\n",
       "      <td>355.0</td>\n",
       "      <td>-9.0</td>\n",
       "      <td>3.681</td>\n",
       "      <td>3.662</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>2022-01-01 00:07:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>73.7</td>\n",
       "      <td>129858.9</td>\n",
       "      <td>352.7</td>\n",
       "      <td>-44.4</td>\n",
       "      <td>47</td>\n",
       "      <td>1</td>\n",
       "      <td>5370</td>\n",
       "      <td>...</td>\n",
       "      <td>-42.1</td>\n",
       "      <td>33.0</td>\n",
       "      <td>356.0</td>\n",
       "      <td>-42.2</td>\n",
       "      <td>3.682</td>\n",
       "      <td>3.667</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1166176</th>\n",
       "      <td>2022-09-23 01:29:47</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0.0</td>\n",
       "      <td>204145.7</td>\n",
       "      <td>335.7</td>\n",
       "      <td>-0.1</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>50000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>20.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.514</td>\n",
       "      <td>3.486</td>\n",
       "      <td>36</td>\n",
       "      <td>34</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1166185</th>\n",
       "      <td>2022-09-23 01:31:00</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>6.0</td>\n",
       "      <td>204145.8</td>\n",
       "      <td>335.6</td>\n",
       "      <td>-0.1</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>5172</td>\n",
       "      <td>...</td>\n",
       "      <td>-11.9</td>\n",
       "      <td>47.0</td>\n",
       "      <td>336.0</td>\n",
       "      <td>-0.1</td>\n",
       "      <td>3.512</td>\n",
       "      <td>3.484</td>\n",
       "      <td>35</td>\n",
       "      <td>34</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1166196</th>\n",
       "      <td>2022-09-23 01:32:59</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>47.0</td>\n",
       "      <td>204147.0</td>\n",
       "      <td>336.4</td>\n",
       "      <td>-24.6</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>5234</td>\n",
       "      <td>...</td>\n",
       "      <td>-34.4</td>\n",
       "      <td>49.0</td>\n",
       "      <td>337.0</td>\n",
       "      <td>-23.4</td>\n",
       "      <td>3.521</td>\n",
       "      <td>3.494</td>\n",
       "      <td>35</td>\n",
       "      <td>33</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1166198</th>\n",
       "      <td>2022-09-23 01:33:11</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>29.3</td>\n",
       "      <td>204147.2</td>\n",
       "      <td>338.4</td>\n",
       "      <td>-35.1</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>5213</td>\n",
       "      <td>...</td>\n",
       "      <td>-78.4</td>\n",
       "      <td>49.0</td>\n",
       "      <td>338.0</td>\n",
       "      <td>-33.4</td>\n",
       "      <td>3.539</td>\n",
       "      <td>3.517</td>\n",
       "      <td>35</td>\n",
       "      <td>33</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1166199</th>\n",
       "      <td>2022-09-23 01:33:23</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>9.6</td>\n",
       "      <td>204147.3</td>\n",
       "      <td>336.2</td>\n",
       "      <td>-8.8</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>5234</td>\n",
       "      <td>...</td>\n",
       "      <td>-71.7</td>\n",
       "      <td>49.0</td>\n",
       "      <td>336.0</td>\n",
       "      <td>-8.4</td>\n",
       "      <td>3.518</td>\n",
       "      <td>3.493</td>\n",
       "      <td>35</td>\n",
       "      <td>33</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>337720 rows × 22 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     数据采集时间  车辆状态  充电状态    车速      累计里程    总电压    总电流  SOC  \\\n",
       "3       2022-01-01 00:00:35     1     3  54.4  129850.9  358.5 -122.2   50   \n",
       "14      2022-01-01 00:02:23     1     3  63.2  129852.6  354.6  -10.8   49   \n",
       "34      2022-01-01 00:05:47     1     3  75.7  129856.6  352.9   -3.8   48   \n",
       "39      2022-01-01 00:06:35     1     3  79.5  129857.6  352.5   -9.4   48   \n",
       "45      2022-01-01 00:07:35     1     3  73.7  129858.9  352.7  -44.4   47   \n",
       "...                     ...   ...   ...   ...       ...    ...    ...  ...   \n",
       "1166176 2022-09-23 01:29:47     2     3   0.0  204145.7  335.7   -0.1    5   \n",
       "1166185 2022-09-23 01:31:00     1     3   6.0  204145.8  335.6   -0.1    5   \n",
       "1166196 2022-09-23 01:32:59     1     3  47.0  204147.0  336.4  -24.6    5   \n",
       "1166198 2022-09-23 01:33:11     1     3  29.3  204147.2  338.4  -35.1    5   \n",
       "1166199 2022-09-23 01:33:23     1     3   9.6  204147.3  336.2   -8.8    5   \n",
       "\n",
       "         DC-DC状态   绝缘电阻  ...  驱动电机转矩  驱动电机温度  电机控制器输入电压  电机控制器直流母线电流  \\\n",
       "3              1   5453  ...  -149.4    33.0      363.0       -116.1   \n",
       "14             1   5367  ...   -14.7    34.0      356.0        -10.3   \n",
       "34             1   5365  ...    -5.0    33.0      355.0         -3.7   \n",
       "39             1   5278  ...   -10.1    33.0      355.0         -9.0   \n",
       "45             1   5370  ...   -42.1    33.0      356.0        -42.2   \n",
       "...          ...    ...  ...     ...     ...        ...          ...   \n",
       "1166176        2  50000  ...     0.0    20.0        1.0          0.0   \n",
       "1166185        1   5172  ...   -11.9    47.0      336.0         -0.1   \n",
       "1166196        1   5234  ...   -34.4    49.0      337.0        -23.4   \n",
       "1166198        1   5213  ...   -78.4    49.0      338.0        -33.4   \n",
       "1166199        1   5234  ...   -71.7    49.0      336.0         -8.4   \n",
       "\n",
       "         电池单体电压最高值  电池单体电压最低值  最高温度值  最低温度值  最高报警等级  Month  \n",
       "3            3.746      3.726     26     24       0      1  \n",
       "14           3.703      3.683     26     24       0      1  \n",
       "34           3.685      3.666     26     24       0      1  \n",
       "39           3.681      3.662     26     24       0      1  \n",
       "45           3.682      3.667     26     24       0      1  \n",
       "...            ...        ...    ...    ...     ...    ...  \n",
       "1166176      3.514      3.486     36     34       0      9  \n",
       "1166185      3.512      3.484     35     34       0      9  \n",
       "1166196      3.521      3.494     35     33       0      9  \n",
       "1166198      3.539      3.517     35     33       0      9  \n",
       "1166199      3.518      3.493     35     33       0      9  \n",
       "\n",
       "[337720 rows x 22 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "charging_data = all_data[all_data['总电流'] < 0]\n",
    "charging_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\xiaof\\AppData\\Local\\Temp\\ipykernel_7408\\1652427431.py:1: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  charging_data['Hour'] = all_data['数据采集时间'].dt.hour\n",
      "C:\\Users\\xiaof\\AppData\\Local\\Temp\\ipykernel_7408\\1652427431.py:2: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  charging_data['Day'] = all_data['数据采集时间'].dt.day\n",
      "C:\\Users\\xiaof\\AppData\\Local\\Temp\\ipykernel_7408\\1652427431.py:3: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  charging_data['Weekday'] = all_data['数据采集时间'].dt.dayofweek\n"
     ]
    },
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "index",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "数据采集时间",
         "rawType": "datetime64[ns]",
         "type": "datetime"
        },
        {
         "name": "车辆状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "充电状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "车速",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "累计里程",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "总电压",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "总电流",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "SOC",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "DC-DC状态",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "绝缘电阻",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "驱动电机控制器温度",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机转速",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机转矩",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "驱动电机温度",
         "rawType": "float64",
         "type": "float"
        },
        {
         "name": "电机控制器输入电压",
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         "type": "float"
        },
        {
         "name": "电机控制器直流母线电流",
         "rawType": "float64",
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        },
        {
         "name": "电池单体电压最高值",
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        },
        {
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        },
        {
         "name": "最高温度值",
         "rawType": "int64",
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         "name": "最低温度值",
         "rawType": "int64",
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        {
         "name": "最高报警等级",
         "rawType": "int64",
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        },
        {
         "name": "Month",
         "rawType": "int32",
         "type": "integer"
        },
        {
         "name": "Hour",
         "rawType": "int32",
         "type": "integer"
        },
        {
         "name": "Day",
         "rawType": "int32",
         "type": "integer"
        },
        {
         "name": "Weekday",
         "rawType": "int32",
         "type": "integer"
        }
       ],
       "conversionMethod": "pd.DataFrame",
       "ref": "a2bb8db1-ef4b-4490-9947-337b0b133264",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>数据采集时间</th>\n",
       "      <th>车辆状态</th>\n",
       "      <th>充电状态</th>\n",
       "      <th>车速</th>\n",
       "      <th>累计里程</th>\n",
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       "      <th>...</th>\n",
       "      <th>电机控制器直流母线电流</th>\n",
       "      <th>电池单体电压最高值</th>\n",
       "      <th>电池单体电压最低值</th>\n",
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       "      <th>最低温度值</th>\n",
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       "      <th>Month</th>\n",
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       "      <th>3</th>\n",
       "      <td>2022-01-01 00:00:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>54.4</td>\n",
       "      <td>129850.9</td>\n",
       "      <td>358.5</td>\n",
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       "      <td>50</td>\n",
       "      <td>1</td>\n",
       "      <td>5453</td>\n",
       "      <td>...</td>\n",
       "      <td>-116.1</td>\n",
       "      <td>3.746</td>\n",
       "      <td>3.726</td>\n",
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       "      <th>14</th>\n",
       "      <td>2022-01-01 00:02:23</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>63.2</td>\n",
       "      <td>129852.6</td>\n",
       "      <td>354.6</td>\n",
       "      <td>-10.8</td>\n",
       "      <td>49</td>\n",
       "      <td>1</td>\n",
       "      <td>5367</td>\n",
       "      <td>...</td>\n",
       "      <td>-10.3</td>\n",
       "      <td>3.703</td>\n",
       "      <td>3.683</td>\n",
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       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>2022-01-01 00:05:47</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>75.7</td>\n",
       "      <td>129856.6</td>\n",
       "      <td>352.9</td>\n",
       "      <td>-3.8</td>\n",
       "      <td>48</td>\n",
       "      <td>1</td>\n",
       "      <td>5365</td>\n",
       "      <td>...</td>\n",
       "      <td>-3.7</td>\n",
       "      <td>3.685</td>\n",
       "      <td>3.666</td>\n",
       "      <td>26</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>2022-01-01 00:06:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>79.5</td>\n",
       "      <td>129857.6</td>\n",
       "      <td>352.5</td>\n",
       "      <td>-9.4</td>\n",
       "      <td>48</td>\n",
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       "      <th>45</th>\n",
       "      <td>2022-01-01 00:07:35</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>73.7</td>\n",
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       "      <th>1166176</th>\n",
       "      <td>2022-09-23 01:29:47</td>\n",
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       "      <th>1166185</th>\n",
       "      <td>2022-09-23 01:31:00</td>\n",
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       "      <td>6.0</td>\n",
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       "      <th>1166196</th>\n",
       "      <td>2022-09-23 01:32:59</td>\n",
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       "      <th>1166198</th>\n",
       "      <td>2022-09-23 01:33:11</td>\n",
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       "      <td>3</td>\n",
       "      <td>29.3</td>\n",
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       "    <tr>\n",
       "      <th>1166199</th>\n",
       "      <td>2022-09-23 01:33:23</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>9.6</td>\n",
       "      <td>204147.3</td>\n",
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       "</table>\n",
       "<p>337720 rows × 25 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     数据采集时间  车辆状态  充电状态    车速      累计里程    总电压    总电流  SOC  \\\n",
       "3       2022-01-01 00:00:35     1     3  54.4  129850.9  358.5 -122.2   50   \n",
       "14      2022-01-01 00:02:23     1     3  63.2  129852.6  354.6  -10.8   49   \n",
       "34      2022-01-01 00:05:47     1     3  75.7  129856.6  352.9   -3.8   48   \n",
       "39      2022-01-01 00:06:35     1     3  79.5  129857.6  352.5   -9.4   48   \n",
       "45      2022-01-01 00:07:35     1     3  73.7  129858.9  352.7  -44.4   47   \n",
       "...                     ...   ...   ...   ...       ...    ...    ...  ...   \n",
       "1166176 2022-09-23 01:29:47     2     3   0.0  204145.7  335.7   -0.1    5   \n",
       "1166185 2022-09-23 01:31:00     1     3   6.0  204145.8  335.6   -0.1    5   \n",
       "1166196 2022-09-23 01:32:59     1     3  47.0  204147.0  336.4  -24.6    5   \n",
       "1166198 2022-09-23 01:33:11     1     3  29.3  204147.2  338.4  -35.1    5   \n",
       "1166199 2022-09-23 01:33:23     1     3   9.6  204147.3  336.2   -8.8    5   \n",
       "\n",
       "         DC-DC状态   绝缘电阻  ...  电机控制器直流母线电流  电池单体电压最高值  电池单体电压最低值  最高温度值  最低温度值  \\\n",
       "3              1   5453  ...       -116.1      3.746      3.726     26     24   \n",
       "14             1   5367  ...        -10.3      3.703      3.683     26     24   \n",
       "34             1   5365  ...         -3.7      3.685      3.666     26     24   \n",
       "39             1   5278  ...         -9.0      3.681      3.662     26     24   \n",
       "45             1   5370  ...        -42.2      3.682      3.667     26     24   \n",
       "...          ...    ...  ...          ...        ...        ...    ...    ...   \n",
       "1166176        2  50000  ...          0.0      3.514      3.486     36     34   \n",
       "1166185        1   5172  ...         -0.1      3.512      3.484     35     34   \n",
       "1166196        1   5234  ...        -23.4      3.521      3.494     35     33   \n",
       "1166198        1   5213  ...        -33.4      3.539      3.517     35     33   \n",
       "1166199        1   5234  ...         -8.4      3.518      3.493     35     33   \n",
       "\n",
       "         最高报警等级  Month  Hour  Day  Weekday  \n",
       "3             0      1     0    1        5  \n",
       "14            0      1     0    1        5  \n",
       "34            0      1     0    1        5  \n",
       "39            0      1     0    1        5  \n",
       "45            0      1     0    1        5  \n",
       "...         ...    ...   ...  ...      ...  \n",
       "1166176       0      9     1   23        4  \n",
       "1166185       0      9     1   23        4  \n",
       "1166196       0      9     1   23        4  \n",
       "1166198       0      9     1   23        4  \n",
       "1166199       0      9     1   23        4  \n",
       "\n",
       "[337720 rows x 25 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "charging_data['Hour'] = all_data['数据采集时间'].dt.hour\n",
    "charging_data['Day'] = all_data['数据采集时间'].dt.day\n",
    "charging_data['Weekday'] = all_data['数据采集时间'].dt.dayofweek\n",
    "charging_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1600x1400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(2, 2, figsize=(16, 14))\n",
    "\n",
    "charging_hours = charging_data['Hour'].value_counts().sort_index()\n",
    "axs[0, 0].bar(charging_hours.index, charging_hours.values, color=colors[0])\n",
    "axs[0, 0].set_title('充电时间分布（按小时）')\n",
    "axs[0, 0].set_xlabel('小时')\n",
    "axs[0, 0].set_ylabel('充电频次')\n",
    "axs[0, 0].grid(axis='y', linestyle='--', alpha=0.7)\n",
    "\n",
    "weekday_names = ['周一', '周二', '周三', '周四', '周五', '周六', '周日']\n",
    "charging_weekdays = charging_data['Weekday'].value_counts().sort_index()\n",
    "weekday_data = [charging_weekdays.get(i, 0) for i in range(7)]\n",
    "weekday_percent = [count/sum(weekday_data)*100 for count in weekday_data]\n",
    "\n",
    "axs[0, 1].pie(weekday_data, labels=weekday_names, autopct='%1.1f%%',\n",
    "              startangle=90, colors=[colors[i % len(colors)] for i in range(7)],\n",
    "              wedgeprops={'edgecolor': 'w', 'linewidth': 1})\n",
    "axs[0, 1].set_title('充电时间分布（按星期）')\n",
    "\n",
    "# Group by date to identify charging sessions\n",
    "charging_by_date = charging_data.groupby(charging_data['数据采集时间'].dt.date)\n",
    "\n",
    "# Calculate charging sessions more effectively\n",
    "charging_sessions = []\n",
    "for date, group in charging_by_date:\n",
    "    # Sort by time to ensure proper sequence\n",
    "    group = group.sort_values('数据采集时间')\n",
    "    # Find continuous charging segments\n",
    "    prev_time = None\n",
    "    start_idx = 0\n",
    "\n",
    "    for i, (idx, row) in enumerate(group.iterrows()):\n",
    "        current_time = row['数据采集时间']\n",
    "        # 10 min gap indicates new session\n",
    "        if prev_time is not None and (current_time - prev_time).total_seconds() > 600:\n",
    "            if i - start_idx > 5:  # Only consider sessions with multiple records\n",
    "                session = group.iloc[start_idx:i]\n",
    "                initial_soc = session['SOC'].iloc[0]\n",
    "                final_soc = session['SOC'].iloc[-1]\n",
    "                charging_sessions.append({\n",
    "                    'start_time': session['数据采集时间'].iloc[0],\n",
    "                    'end_time': session['数据采集时间'].iloc[-1],\n",
    "                    'initial_soc': initial_soc,\n",
    "                    'final_soc': final_soc,\n",
    "                    'soc_increase': final_soc - initial_soc,\n",
    "                    'avg_current': session['总电流'].mean(),\n",
    "                    'duration_minutes': (session['数据采集时间'].iloc[-1] - session['数据采集时间'].iloc[0]).total_seconds() / 60\n",
    "                })\n",
    "            start_idx = i\n",
    "        prev_time = current_time\n",
    "\n",
    "    # Process the last segment\n",
    "    if len(group) - start_idx > 5:\n",
    "        session = group.iloc[start_idx:]\n",
    "        initial_soc = session['SOC'].iloc[0]\n",
    "        final_soc = session['SOC'].iloc[-1]\n",
    "        charging_sessions.append({\n",
    "            'start_time': session['数据采集时间'].iloc[0],\n",
    "            'end_time': session['数据采集时间'].iloc[-1],\n",
    "            'initial_soc': initial_soc,\n",
    "            'final_soc': final_soc,\n",
    "            'soc_increase': final_soc - initial_soc,\n",
    "            'avg_current': session['总电流'].mean(),\n",
    "            'duration_minutes': (session['数据采集时间'].iloc[-1] - session['数据采集时间'].iloc[0]).total_seconds() / 60\n",
    "        })\n",
    "\n",
    "charging_df = pd.DataFrame(charging_sessions)\n",
    "\n",
    "# For the histogram of starting SOC\n",
    "# Only include charging sessions with positive SOC increase\n",
    "valid_sessions = charging_df[charging_df['soc_increase'] > 0]\n",
    "\n",
    "if len(valid_sessions) > 0:\n",
    "    axs[1, 0].hist(valid_sessions['initial_soc'], bins=20,\n",
    "                   color=colors[2], edgecolor='black', alpha=0.8)\n",
    "    axs[1, 0].axvline(valid_sessions['initial_soc'].mean(), color='r',\n",
    "                      linestyle='dashed', linewidth=2)\n",
    "    axs[1, 0].set_title('开始充电时的电量分布')\n",
    "    axs[1, 0].set_xlabel('SOC (%)')\n",
    "    axs[1, 0].set_ylabel('频次')\n",
    "    axs[1, 0].grid(axis='y', linestyle='--', alpha=0.7)\n",
    "    axs[1, 0].text(valid_sessions['initial_soc'].mean()+2, axs[1, 0].get_ylim()[1]*0.9,\n",
    "                   f'平均: {valid_sessions[\"initial_soc\"].mean():.1f}%', color='r')\n",
    "\n",
    "    # For the scatter plot of initial SOC vs. SOC increase\n",
    "    axs[1, 1].scatter(valid_sessions['initial_soc'], valid_sessions['soc_increase'],\n",
    "                      alpha=0.5, c=colors[3], edgecolor='k')\n",
    "    axs[1, 1].set_title('初始电量与充电量关系')\n",
    "    axs[1, 1].set_xlabel('开始充电时SOC (%)')\n",
    "    axs[1, 1].set_ylabel('SOC增加量 (%)')\n",
    "    axs[1, 1].grid(True, linestyle='--', alpha=0.7)\n",
    "else:\n",
    "    axs[1, 0].text(0.5, 0.5, \"没有足够的充电数据\", ha='center', fontsize=14)\n",
    "    axs[1, 1].text(0.5, 0.5, \"没有足够的充电数据\", ha='center', fontsize=14)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.suptitle('电动汽车充电模式分析', fontsize=20, y=1.02)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x1400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\xiaof\\AppData\\Local\\Temp\\ipykernel_7408\\2820886051.py:74: FutureWarning: The default of observed=False is deprecated and will be changed to True in a future version of pandas. Pass observed=False to retain current behavior or observed=True to adopt the future default and silence this warning.\n",
      "  energy_by_speed = usage_data.groupby('speed_groups')['energy_consumption'].mean().reset_index()\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x1000 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(2, 2, figsize=(16, 14))\n",
    "usage_data = all_data  # Using all_data instead of charging_data for usage analysis\n",
    "usage_data['Hour'] = all_data['数据采集时间'].dt.hour\n",
    "usage_data['Day'] = all_data['数据采集时间'].dt.day\n",
    "usage_data['Weekday'] = all_data['数据采集时间'].dt.dayofweek\n",
    "usage_hours = usage_data['Hour'].value_counts().sort_index()\n",
    "\n",
    "axs[0, 0].bar(usage_hours.index, usage_hours.values, color=colors[4])\n",
    "axs[0, 0].set_title('用车时间分布（按小时）')\n",
    "axs[0, 0].set_xlabel('小时')\n",
    "axs[0, 0].set_ylabel('使用频次')\n",
    "axs[0, 0].grid(axis='y', linestyle='--', alpha=0.7)\n",
    "\n",
    "usage_weekdays = usage_data['Weekday'].value_counts().sort_index()\n",
    "weekday_usage_data = [usage_weekdays.get(i, 0) for i in range(7)]\n",
    "weekday_usage_percent = [\n",
    "    count/sum(weekday_usage_data)*100 for count in weekday_usage_data]\n",
    "\n",
    "axs[0, 1].pie(weekday_usage_data, labels=weekday_names, autopct='%1.1f%%',\n",
    "              startangle=90, colors=[colors[i % len(colors)] for i in range(7)],\n",
    "              wedgeprops={'edgecolor': 'w', 'linewidth': 1})\n",
    "axs[0, 1].set_title('用车时间分布（按星期）')\n",
    "\n",
    "speed_stats = usage_data['车速'].describe()\n",
    "axs[1, 0].hist(usage_data['车速'], bins=30, color=colors[6],\n",
    "               edgecolor='black', alpha=0.8)\n",
    "axs[1, 0].axvline(speed_stats['mean'], color='r', linestyle='dashed', linewidth=2,\n",
    "                  label=f'平均: {speed_stats[\"mean\"]:.1f} km/h')\n",
    "axs[1, 0].axvline(speed_stats['50%'], color='g', linestyle='dashed', linewidth=2,\n",
    "                  label=f'中位数: {speed_stats[\"50%\"]:.1f} km/h')\n",
    "axs[1, 0].set_title('车速分布')\n",
    "axs[1, 0].set_xlabel('车速 (km/h)')\n",
    "axs[1, 0].set_ylabel('频次')\n",
    "axs[1, 0].legend()\n",
    "axs[1, 0].grid(axis='y', linestyle='--', alpha=0.7)\n",
    "\n",
    "daily_mileage = usage_data.groupby(usage_data['数据采集时间'].dt.date).agg({\n",
    "    '累计里程': lambda x: max(x) - min(x)})\n",
    "\n",
    "# Filter out outliers and set a reasonable x-axis range\n",
    "# Filter out values greater than 1000 km\n",
    "mileage_filtered = daily_mileage[daily_mileage['累计里程'] < 1000]\n",
    "axs[1, 1].hist(mileage_filtered['累计里程'], bins=15,\n",
    "               color=colors[7], edgecolor='black', alpha=0.8)\n",
    "axs[1, 1].axvline(mileage_filtered['累计里程'].mean(), color='r',\n",
    "                  linestyle='dashed', linewidth=2)\n",
    "axs[1, 1].set_title('日行驶里程分布')\n",
    "axs[1, 1].set_xlabel('里程 (km)')\n",
    "axs[1, 1].set_ylabel('天数')\n",
    "axs[1, 1].text(mileage_filtered['累计里程'].mean()*1.1, axs[1, 1].get_ylim()[1]*0.9,\n",
    "               f'平均: {mileage_filtered[\"累计里程\"].mean():.1f} km', color='r')\n",
    "axs[1, 1].grid(axis='y', linestyle='--', alpha=0.7)\n",
    "# Set x-axis limit to make the histogram more readable\n",
    "axs[1, 1].set_xlim(0, 1000)  # Limit x-axis to 1000 km\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.suptitle('电动汽车使用模式分析', fontsize=20, y=1.02)\n",
    "plt.show()\n",
    "\n",
    "# 能耗分析图表 - 增强版\n",
    "plt.figure(figsize=(14, 10))\n",
    "\n",
    "# 创建子图\n",
    "gs = plt.GridSpec(2, 2, height_ratios=[1, 1])\n",
    "ax1 = plt.subplot(gs[0, 0])\n",
    "ax2 = plt.subplot(gs[0, 1])\n",
    "ax3 = plt.subplot(gs[1, :])\n",
    "\n",
    "# 计算能耗\n",
    "usage_data['energy_consumption'] = abs(\n",
    "    usage_data['总电流'] * usage_data['总电压'] / 1000)  # in kW\n",
    "usage_data['speed_groups'] = pd.cut(usage_data['车速'], bins=[0, 30, 60, 90, 130],\n",
    "                                    labels=['0-30', '30-60', '60-90', '90+'])\n",
    "\n",
    "# 不同速度区间的能耗分析\n",
    "energy_by_speed = usage_data.groupby(\n",
    "    'speed_groups')['energy_consumption'].mean().reset_index()\n",
    "ax1.bar(energy_by_speed['speed_groups'],\n",
    "        energy_by_speed['energy_consumption'], color=colors[8])\n",
    "ax1.set_title('不同速度区间的平均能耗')\n",
    "ax1.set_xlabel('车速区间 (km/h)')\n",
    "ax1.set_ylabel('平均能耗 (kW)')\n",
    "ax1.grid(axis='y', linestyle='--', alpha=0.7)\n",
    "\n",
    "# 在每个柱上标注具体数值\n",
    "for i, v in enumerate(energy_by_speed['energy_consumption']):\n",
    "    ax1.text(i, v + 0.5, f'{v:.2f} kW', ha='center')\n",
    "\n",
    "# 不同时间段的能耗分析\n",
    "energy_by_hour = usage_data.groupby(\n",
    "    'Hour')['energy_consumption'].mean().reset_index()\n",
    "ax2.plot(energy_by_hour['Hour'], energy_by_hour['energy_consumption'], marker='o',\n",
    "         linestyle='-', color=colors[1], linewidth=2)\n",
    "ax2.set_title('不同时间段的平均能耗')\n",
    "ax2.set_xlabel('小时')\n",
    "ax2.set_ylabel('平均能耗 (kW)')\n",
    "ax2.grid(True, linestyle='--', alpha=0.7)\n",
    "\n",
    "# 日行驶里程与平均能耗关系\n",
    "daily_energy = usage_data.groupby(usage_data['数据采集时间'].dt.date).agg({\n",
    "    '累计里程': lambda x: max(x) - min(x),\n",
    "    'energy_consumption': 'mean'\n",
    "}).reset_index()\n",
    "\n",
    "# 过滤异常值\n",
    "daily_energy_filtered = daily_energy[(daily_energy['累计里程'] < 1000) & (\n",
    "    daily_energy['energy_consumption'] < 100)]\n",
    "\n",
    "# 散点图 + 拟合曲线\n",
    "ax3.scatter(daily_energy_filtered['累计里程'], daily_energy_filtered['energy_consumption'],\n",
    "            alpha=0.6, color=colors[2], edgecolor='k')\n",
    "\n",
    "# 添加拟合线\n",
    "z = np.polyfit(daily_energy_filtered['累计里程'],\n",
    "               daily_energy_filtered['energy_consumption'], 1)\n",
    "p = np.poly1d(z)\n",
    "ax3.plot(sorted(daily_energy_filtered['累计里程']), p(sorted(daily_energy_filtered['累计里程'])),\n",
    "         'r--', linewidth=2, label=f'拟合线 y={z[0]:.4f}x+{z[1]:.2f}')\n",
    "\n",
    "ax3.set_title('日行驶里程与平均能耗关系')\n",
    "ax3.set_xlabel('日行驶里程 (km)')\n",
    "ax3.set_ylabel('平均能耗 (kW)')\n",
    "ax3.grid(True, linestyle='--', alpha=0.7)\n",
    "ax3.legend()\n",
    "\n",
    "# 添加全局标题\n",
    "plt.suptitle('电动汽车能耗详细分析', fontsize=20, y=0.98)\n",
    "plt.tight_layout(rect=[0, 0, 1, 0.96])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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